Lecture 1 - Reviews of Classical Physics - Newtons Laws of Motion Lecture 2 - Lagrangian Mechanics Lecture 3 - Special Theory of Relativity Lecture 4 - Postulates of Quantam Mechanics, Old Quantam Theory Lecture 5 - Hydrogen Spectra, Stern Gerlach, Compton Effect Lecture 6 - Wavefunction, Operators, Representations in QM Lecture 7 - Solution of Schroedinger Equation for 1D potentials Lecture 8 - Harmonic Oscillator, Hydrogen Atom Lecture 9 - Spin Angular Momentum, Perturbation Theory Lecture 10 - Degenerate Perturbation Theory, Stark Effect Lecture 11 - Zeeman Effect Lecture 12 - Operator Methods for Harmonic Oscillator Lecture 13 - Variational Theory Lecture 14 - Time Dependent Perturbation Theory Lecture 15 - Clebsch-Gordon Coefficients Lecture 16 - Electrostatics Lecture 17 - Dielectrics Lecture 18 - Laplaces Equation, Magnetostatics, Maxwell's Equations Lecture 19 - Ensembles, Microstates and Macrostates Lecture 20 - Sackur-Tetrode Equation, Density Matrices Lecture 21 - Identical Particles Lecture 22 - Quantum Statistics Lecture 23 - Crystal Structure, Bragg's Law Lecture 24 - Lattice Vibrations, Specific Heat Lecture 25 - Free Electron Theory Lecture 26 - Magnetism and Magnetic Materials Lecture 27 - Superconductivity, Meissner Effect, Type I and II Superconductors Lecture 28 - Nuclear Models Lecture 29 - Radioactive Decay, Half Life Lecture 30 - Binding Energy, Shell Model, Liquid drop model Lecture 31 - Klein-Gordon and Dirac Equations Lecture 32 - Elementary Particles, Detectors Lecture 33 - Periodic Table of Elementary Particles, Quark Model